6th Grade > Mathematics
KNOWING OUR NUMBERS MCQs
:
C
Whole numbers are the numbers starting from 0 and including all the natural numbers.
Ram and Shyam were playing. Ram asks Shyam to form numbers with the digits 4,3, 8 and 1. He gives him three different cases as
i. Form the largest four digit number with no repetition of digits.
ii. Form the largest four digit where two digits can be repeated twice.
iii. Form the smallest four digit number where repetition of digits is allowed four times.
What are the numbers?
:
B
Four digit greatest number with no repetition of digits, is 8431
Four digit greatest number where a digit can be repeated twice 8844
Smallest four digits where repetition of digits is allowed - 1111
:
C
Greatest number that can be formed using 0, 8, 3, 9 and 2 is 98320.
Smallest number that can be formed using 0, 8, 3, 9 and 2 is 20389.
02389 would not be the smallest number as it will be a 4 digit number formed by the given digits.
Akash asked Pavan to find the value of 9999×(555). He says that it will be difficult to multiply as both of them are big numbers. Akash says that there is a simple way to find the product. He solves the problem using the concept of brackets. Which of the following will be the easiest way to solve this?
:
D
As 9999 is nothing but (10000 - 1) and it's very easy to multiply any number with a multiple of 10.
∴ Easiest way to solve 9999 × 555 will be (10000−1)×(555).
:
B
Selling Price \(= ₹ ( 50 - 12.5) = ₹ 37.5\)
Selling price of 11 articles \(= 11\times 37.5 = ₹ 412.5\)
412.50 rounded off to the nearest tens is 410.
:
B
The time shown on the clock is 01:50. 01 in Roman numeral form is I. 50 in Roman numeral form is L.
So 01:50 will be represented as I:L
:
Money Spent = 375 + 155 + 285 = 815
Money left = 1000 - 815 = 185
When it is rounded off to nearest hundred it will be Rs 200
:
In 98429758 place value of 2 is 20000 and place value of 7 is 700. So the difference between them will be 19300.
:
We can compare two numbers by comparing their place values. So by comparing the place values, we can find that Goutham scored maximum i.e. 98910.
:
When we are comparing two numbers, either of the two things can happen.
i. One of the numbers has a greater number of digits. or
ii. Both the numbers have the equal number of digits.
When one of the numbers has a greater number of digits, then the one which has a greater number of digits is greater.
If the number of digits is equal, then the following steps are followed:
i. The number with the greater valued digit on the extreme left is greater.
ii. If the digits on the extreme left of the numbers are equal, then the digits to the right of the extreme left digits are compared and so on.
Therefore, Megha is rich right now.